Journal of Philosophical Logic 47 (2):161-191 (2018)
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This is part one of a two-part paper, in which we develop an axiomatic theory of the relation of partial ground. The main novelty of the paper is the of use of a binary ground predicate rather than an operator to formalize ground. This allows us to connect theories of partial ground with axiomatic theories of truth. In this part of the paper, we develop an axiomatization of the relation of partial ground over the truths of arithmetic and show that the theory is a proof-theoretically conservative extension of the theory PT of positive truth. We construct models for the theory and draw some conclusions for the semantics of conceptualist ground.
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| DOI | 10.1007/s10992-016-9423-9 |
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References found in this work BETA
Guide to Ground.Kit Fine - 2012 - In Fabrice Correia & Benjamin Schnieder (eds.), Metaphysical Grounding. Cambridge University Press. pp. 37--80.
Grounding, Transitivity, and Contrastivity.Jonathan Schaffer - 2012 - In Fabrice Correia & Benjamin Schnieder (eds.), Metaphysical Grounding: Understanding the Structure of Reality. Cambridge University Press. pp. 122-138.
View all 29 references / Add more references
Citations of this work BETA
In Defense of the Disunity of Grounding.Jon Erling Litland - 2018 - Thought: A Journal of Philosophy 7 (2):97-108.
Could the Grounds’s Grounding the Grounded Ground the Grounded?Jon Erling Litland - 2018 - Analysis 78 (1):56-65.
View all 13 citations / Add more citations
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